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The Man Who Counted Malba Tahan

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The Man Who Counted Malba Tahan THE MAN WHO COUNTED A Collection of Mathematical Adventures MALBA TAHAN 1 A MEETING OF THE MINDS Of the amusing circumstances of my encounter with a strange traveler on the road from Samarra to Baghdad. In the name of Allah, the All Merciful! My name is Hanak Tade Maia. Once I was returning, at my camel’s slow pace, along the road to Baghdad after an excursion to the famous city of Samarra, the banks of the Tigris, when I saw a modestly dressed traveler who was seated on a rock, apparently resting from the fatigue of the journey. I was about to offer the perfunctory salaam of travelers when, to my great surprise, he rose and said ceremoniously, “One million, four hundred and twenty-three thousand, seven hundred and forty-five.” He quickly sat down and lapsed into silence, his head resting in his hands, as if he were absorbed in meditation. I stopped at some distance and stood watching him, as if he were a historic monument to the legendary past. A few moments later, the man again rose to his feet and. in a clear, deliberate voice, called out another, equally fabulous number, “Two million, thirty and twenty-one thousand, eight hundred and sixty-six.” Several times more the strange traveler rose and uttered a number in the millions, before sinking down again on the rough stone by the roadside. Unable to restrain my curiosity, I approached the stranger and, after greeting him in the name of Allah, asked him the meaning of these fantastic sums. “Stranger,” replied the Man Who Counted, “I do not disapprove of this curiosity that disturbs the peace of my thoughts and calculations. And now that you have spoken to me with such courtesy and graciousness, I am going to accede to your wishes. But first I must tell you the story of my life.” And he told me the following, which, for your entertainment, I transcribe exactly as I heard it. 2 SOMEONE TO COUNT ON In which Beremiz Samir, the Man Who Counted, tells the story of his life. How I learned of the brilliance of his calculations, and how we became traveling companions. My name is Beremiz Samir. I was born in the little village of Khoi, in Persia, in the shadow of the huge pyramid of Mount Ararat. While still very young, I began work as a shepherd in the service of a rich gentleman from Khamat. “Every day, at first lights I took the vast flock of sheep to graze and was required to bring them back to their fold before nightfall. For fear of losing a stray lamb and being severely punished as a consequence, I counted them several times a day. “I became so good at counting that I could sometimes count the whole flock correctly at a glance. I went on to count, for practice, flight of birds in the sky. Little by little I began to develop a great skill in this art. After a few months— thanks to new and continuing practice counting ants and other insects—I performed the remarkable feat of counting all the bees in a swarm. This prodigious calculation, however, was as nothing compared with the many others I later achieved. My generous master owned, in two or three far-off oases, huge date plantations, and, informed of my mathematical agility, he charged me with overseeing the sale of his fruit, which I counted in clusters, one by one. I worked thus under the date palms, for almost ten yeans. Pleased with the profits I secured for him, my good master rewarded me with four months of rest, and I am now on my way to Baghdad to visit some of my family and to see the beautiful mosques and sumptuous palaces of the famous city. And, so as not to waste time, I have practiced throughout my journey counting the trees in this region, the flowers that perfume it, and the birds that fly among its clouds.” And, pointing to an old fig tree quite close, he went on, ‘That tree, for example, has two hundred and eighty-four branches. Given that each branch has, on the average, three hundred and forty-seven leaves; it is easy to conclude that that tree has a total of ninety- eight thousand, five hundred and forty-eight leaves. Well, my friend?” “Wonderful!” I cried in astonishment. “It is incredible that a man can count, at a glance, all the branches in a tree, all the flowers in a garden. That skill can bring immense riches to anyone.” “Do you think so?” exclaimed Beremiz, “It has never occurred to me that counting millions of leaves and swarms of bees could make money. Who could possibly be interested in how many branches there are in a tree, how many birds in a flight that crosses the sky?” “Your wondrous skill,” I explained, “could be used in twenty thousand different ways. In a great capital like Constantinople, or even in Baghdad, you would be of invaluable help to the government. You could count populations, armies, and flocks. It would be easy for you to sum up the resources of the country, the value of its harvest, its taxes, its commodities, and all the wealth of the state. Through my connections—for I am from Baghdad—I assure you that it will not be difficult to find some distinguished post in the service of Caliph al-Mutasim, our ford and master. Perhaps you might become treasurer, or fulfill the function of secretary to the Muslim household.” “If that is truly so, then my mind is made up,” replied the counting man. “I am going to Baghdad.” And without more ado, he mounted behind me on my camel—the only one we had— and we set out on the long road to the splendid city. From that point on, united by that casual meeting on a country road, we became friends and inseparable companions. Beremiz was a man of happy and talkative disposition. Still young (he was not yet twenty-six), he was blessed with a most lively intelligence and a remarkable aptitude for the-science of numbers. From the most trivial of happenings, he would make unlikely analogies that demonstrated his mathematical acuity. He also knew how to tell stories and anecdotes that illustrated his conversation, already odd and attractive in itself. At times, he would not speak for several hours, wrapped in an impenetrable silence, pondering prodigious calculations. On those occasions, I took pains not to disturb him. I left him in peace, to make, in his exceptional mind, fascinating discoveries in the arcane mysteries of mathematics, the science that the Arab race so developed and extended. 3 BEASTS OF BURDEN Of the singular episode of the thirty-five camels that were to be divided between three Arab brothers. How Beremiz Samir, the Man Who Counted, made an apparently impossible division that left the quarreling brothers completely satisfied. The unexpected profit that the transaction brought us. We had been traveling for a few hours without stopping when there occurred an episode worth retelling, wherein my companion Beremiz put to use his talents as an esteemed cultivator of algebra. Close to an old half abandoned inn, we saw three men arguing heatedly beside herd of camel. Amid the shouts and insults the men gestured wildly in fierce debate and we could hear their angry cries: “It cannot be!” “That is robbery!” “But I do not agree!” The intelligent Beremiz asked them why they were quarreling. “We are brothers,” the oldest explained, “And we received thirty-five camels as our inheritance. According to the express wishes of my father half of them belong to me, one- third to my brother Hamed, and one-ninth to Harim, the youngest. Nevertheless we do not know how to make the division, and whatever one of us suggests the other two disputes. Of the solutions tried so far, none have been acceptable. If half of 35 is 17.5 if neither one-third nor one-ninth of this amount is a precise-number, then how can we make the division?” “Very simple,” said the Mar, Who Counted. “I promise to make the division fairly, but let me add to the inheritance of 35 camels this splendid beast that brought us here at such an opportune moment.” At this point I intervened. “But I cannot permit such madness. How are we going to continue on our journey if we are left without a camel?” “Do not worry, my Baghdad friend,” Beremiz, said in a whisper. “I know exactly what I am doing. Give me your camel, and you will see what results.” And such was the tone of confidence in his voice that, without the slightest hesitation, I gave over my beautiful Jamal, which was then added to the number that had to be divided between the three brothers. “My friends,” he said, “I am going to make a fair and accurate division of the camels as you can see, now number 36.” Turning to the eldest of the brothers, he spoke thus: “You would have half of 35—that is 17.5. Now you will receive half of 36—that is 18. You have nothing to complain about because you gain by this division.” Turning to the second heir, he continued, “And you, Hamed, you would have received one-third of 35—that is, 11 and some. Now you will receive one-third of 36 that is 12. You cannot protest as you too gain by this division. Finally he spoke to the youngest, “And you young Harim Namir, according to your father’s last wishes you were to receive one-ninth of 35 or three camels and part of another.
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